The maximum weighted k distance-d independent set problem on interval graph

Yoshito Atsuta, Satoshi Takahashi
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Abstract

In this paper, we consider a maximum weighted k distance-d independent set problem, which is a variant of maximum weighted distance-d independent set problems, on interval graph. We propose a pseudo-polynomial time algorithm for maximum weighted k distance-d independent set problems on interval graphs, based on a solution to an exact weighted independent set problem. In addition, the performance of the proposed algorithm was evaluated by computational experiments. According to the experiments, it is found that the parameter k has a significant influence on the calculation time compared with parameters d, k
区间图上最大加权k距离-d独立集问题
本文研究了区间图上的一个最大加权k距离独立集问题,它是最大加权距离独立集问题的一个变体。基于一个精确加权独立集问题的解,提出了区间图上最大加权k距离独立集问题的伪多项式时间算法。最后,通过计算实验对算法的性能进行了评价。通过实验发现,与参数d、k相比,参数k对计算时间有显著的影响
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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